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Brief developments in metrical fixed point theory are covered and a significant generalization of recent results obtained in [18], [27], [32] and [33] is established through an extension of the property (EA) to two sequences of self-maps using the notions of weak compatibility and implicit relation.
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참고문헌 (29)
참고문헌 신청
A. A. Mullin / 1976 / Application of fixed point theory to number theory / Math. Sem. Notes Kobe Univ 4 (1) : 19 ~ 23
A. Aliouche / 2007 / Common fixed point theorems via an implicit relation and new properties / Sochow J. Math 33 (4) : 593 ~ 601
A. Mohammad / 2009 / Well-posedness of a common fixed point problem for three mappings under strict contractive conditions / Buletin. Univers. Petrol-Gaze din Ploiesti, Seri
B. C. Dhage / 1999 / On common fixed points of pairs of coincidentally commuting mappings in D-metric spaces / Indian J. Pure Appl. Math 30 (4) : 395 ~ 406
B. Fisher / 1975 / A fixed point theorem / Math. Mag 48 (4) : 223 ~ 225
A. Aliouche / 2007 / Common fixed point theorems via an implicit relation and new properties / Sochow J. Math 33 (4) : 593 ~ 601
A. Mohammad / 2009 / Well-posedness of a common fixed point problem for three mappings under strict contractive conditions / Buletin. Univers. Petrol-Gaze din Ploiesti, Seri
B. C. Dhage / 1999 / On common fixed points of pairs of coincidentally commuting mappings in D-metric spaces / Indian J. Pure Appl. Math 30 (4) : 395 ~ 406
B. Fisher / 1975 / A fixed point theorem / Math. Mag 48 (4) : 223 ~ 225
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